Eligibility and registration

There are two official age groups: pre-university, and university. Anyone who qualifies for the next IPhO qualifies also for the pre-university age group. All BSc and MSc students of any university qualify for the university age group.

To register, please fill this form: Physics Cup 2024
If you cannot access the registration link due to country-specific restrictions, please send your registration data (full name, date of birth, e-mail address, country, school or university, age group (university/pre-university), physics teacher (if pre-university) by email to

Submitting the solutions

All solutions are to be sent by email to Please use the subject line “Problem No 1” (“Problem No 2”, etc), exactly as written here; the phrase “Problem No” anywhere within the subject line triggers an automatic reply confirming your submission. You are advised to submit the answer as fast as you can, but not later than the final deadline of the problem (usually around 7 weeks from the publication). Since there is a speed bonus, you can first submit only the answer. In that case, you need to submit a full solution within the next 48 hours (failing to do so invalidates your answer-only submission).

Accepted formats

LaTeX, PDF, MsWord, jpg. You can scan (or take a photo) of your hand-written solution, or write it in LaTeX (recommended) or MsWord. You can produce also a semi-LaTeX text – a simple text file/e-mail using LaTeX syntax for formulae (e.g. m=m_0/\sqrt{1-v^2/c^2}).


The base score for each problem is 1.0 pts if no hints have been published by the submission time; each published hint reduces the base score by 0.1. If you earn a bonus or a penalty, the base score will be multiplied with appropriate factors. Either a full or zero credit is given; on a weekly basis, on Sundays, the competitors are notified if their solutions are correct, “almost correct”, or incorrect. “Almost correct” stands for solutions with minor mistakes, e.g. a typo leading to an incorrect numeric prefactor. If the solution was not correct, contestants can continue sending new solutions until they manage to fix all mistakes; however, each “almost correct” solution incurs a penalty factor of 0.9, and each incorrect solution — a penalty factor of 0.8. The penalty will be smaller if the contestant detects the mistake by himself/herself, and submits a corrected solution before receiving a notification: 0.95 and 0.9, respectively.

The first 10 correct answers (supplemented later with a complete solution) receive a bonus factor according to the formula k = 1.1^{11−n}, where n is the order number. The best solution will receive a bonus factor of e = 2.718 . . . and will be published as the official solution at the web page. If there are several equally good “best solutions”, this bonus factor can be shared (for instance, in the case of two “best solutions”, each will get a factor of e^{1/2}). If there are other good solutions that (due to certain reasons, e.g. the usage of a significantly different approach) deserve publication, these will be also published and will receive a bonus factor of e^{0.1}\approx1.1 Chances of getting your solution published will be increased if you document your solution well, and write it down nicely (e.g. in LaTeX; a good scan of a clean hand-written work is OK, too).

There is also an additional rule for those who send many incorrect solutions before finding a correct one: if the product of all the factors (penalty and bonus) gives a number which is smaller than e^{−1}, the score e^{−1} is used, instead.

Publication of results

The names and results of the students with the best scores are published on the web page; the list is updated monthly. Distribution of awards and diplomas: diplomas will be sent by mail; wire transfer will be used for monetary awards; other awards will be handed over at EuPhO or IPhO, or if this is not possible, sent by mail.

What you need to derive and what you donʼt need to derive in your solutions: you can use the basic formulae related to the topics of IPhO Syllabus without proof, but everything which goes beyond that needs to be derived.